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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位1頭 |
88% |
13% |
79% |
上位2頭 |
133% |
60% |
72% |
上位3頭 |
89% |
51% |
83% |
上位4頭 |
114% |
72% |
70% |
上位5頭 |
130% |
82% |
77% |
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)
複勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
87% |
51% |
78% |
上位4頭 |
89% |
78% |
79% |
上位5頭 |
108% |
85% |
93% |
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)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
69% |
23% |
69% |
上位4頭 |
78% |
39% |
85% |
上位5頭 |
135% |
50% |
100% |
グラフは、
横軸が競馬場
奥行軸が購入頭数
縦軸が払戻率です
払戻率は、競馬予想の
上位3頭(ワイドでは3組)
上位4頭(ワイドでは6組)
上位5頭(ワイドでは10組)
それぞれ全頭の組合せから
(払戻金額の総計)÷(購入金額の総計)で率を計算しています